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lilyli123 · 2020年01月19日

问一道题:NO.PZ2018091705000101

问题如下:

 Açor reviews a recent risk tolerance questionnaire completed by Njau, which relates to overall portfolio risk. Açor focuses on the type of capital sufficiency analysis to perform for Njau. To determine the optimal allocation, Açor seeks to ensure that Njau’s charitable pledge can be met and implements a goal- based investing approach. Açor runs a Monte Carlo simulation to determine the probability of success, which is the likelihood that Njau can meet her charitable pledge objective. The simulation results are presented in Exhibit 2.

Açor’s portfolio allocation for Njau is most likely optimized on the basis of: 

选项:

A.

a stated maximum level of volatility. 

B.

 total portfolio mean–variance efficiency.

C.

 the results of the risk tolerance questionnaire.

解释:

A is correct. Açor uses the goal- based investing approach by allocating with a focus on Njau’s charitable pledge to Udhamini. With this method, she seeks to optimize Njau’s portfolio so that the pledge goal has a high probability of being met. Açor will set aside a required amount of funds to invest, and a mean–variance optimization will be run specifically for that portion of Njau’s portfolio. The funds will be invested to a stated maximum level of volatility to meet the charitable need.

解释理解但是针对问题, portfolio allocation optimization 似乎和答案解释不太吻合。

1 个答案

包包_品职助教 · 2020年01月20日

嗨,爱思考的PZer你好:


问题是问Acor的资产配置是基于什么?

首先我们从题干可以知道acor是通过goal-based approach 做资产配置的,然后答案就大概介绍了一下goal-based approch这个方法是怎么做的。然后说这个答案是基于a stated maximum level of volatility 。所以也不能说不吻合。

我贴下原版书上对这个方法的介绍,可以辅助理解:

With a goals- based investing approach, the wealth manager focuses on aligning investments with goals. That is, the manager identifies the client’s goals and assigns the required funds to each goal. The manager then performs mean–variance optimization for each goal “portfolio” rather than at the overall portfolio level. Goal portfolios are optimized either to a stated maximum level of volatility or to a specified probability of success.


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